Non-Hermitian and dissipative dynamics engineer magic steady states in qubits that attract every initial state to high-magic targets.
Quinn et.al, arXiv:2304.12413 [quant-ph](2023)
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Fractional linear conformal maps unify unitary, non-unitary linear, and non-linear discrete-time dynamics for qubit pure states and are characterized using the Leggett-Garg inequality with NSIT and AoT conditions.
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Magic Steady State Production: Non-Hermitian, Dissipative, and Stochastic Pathways
Non-Hermitian and dissipative dynamics engineer magic steady states in qubits that attract every initial state to high-magic targets.
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Fractional Conformal Map, Qubit Dynamics and the Leggett-Garg Inequality
Fractional linear conformal maps unify unitary, non-unitary linear, and non-linear discrete-time dynamics for qubit pure states and are characterized using the Leggett-Garg inequality with NSIT and AoT conditions.
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